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Leto [7]
3 years ago
15

The cost of renting tuxes for the Choral Society’s formal is $20 down plus $88 per tux. Express the cost ???? as a function of x

, the number of tuxedos rented. a. What is the cost of renting two tuxes? b. What is the cost of the second tux? c. What is the cost of the tenth tux? d. What is the variable cost? e. What is the fixed cost? f. What is the marginal cost?
Business
1 answer:
Nezavi [6.7K]3 years ago
5 0

Answer:

a. $196

b. $88

c. $88

d. $88(x)

e. $20

f. $88

Explanation:

Given:

Rent = $20

Cost per Tux = $88

x = Number of tux

  • Since $20 is rent regardless , how many tuxes we rent

Cost function C(x) = 88(x) + 20

A. Cost of renting two tuxes

C(2) = $88(2) + $20

       = $176 + $20

       = $196

B. All tuxes has same cost, so cost of second tux = $88

C. All tuxes has same cost, so cost of tenth tux = $88

D. Here variable cost means value of tuxes , so variable cost = $88(x)

E. Here rent is described as fixed cost = $20

F. Marginal cost =  change in cost / change in quantity

                          =  ${(2*88) -(1*88)} / 2-1

                          =  $88

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A household-products manufacturing firm was required to examine its organizational architecture in order to survive in the marke
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3 years ago
A consumer expenditure survey reports the following information on consumer protein spending:201820192020PQPQPQFish$2.001000$2.5
ivann1987 [24]

Answer:

(a) "Cost of living" index decrease by 14.42% between 2018 and 2019.

(b) "Cost of living" index increase by 30.73% between 2018 and 2020.

(c) "cost of living" index increase by 45.05% between 2018 and 2020.

Explanation:

Note: See the attached excel file for the calculations of the "cost of living" index for eash of 2018, 2019, and 2020 using 2018 as the base year.

(a) by how much does a "cost of living" index increase between 2018 and 2019.

Cost of living index in 2018 = 100%

Cost of living index in 2019 = 85.68%

Increase (decrease) in cost of living index = Cost of living index in 2019 - Cost of living index in 2018 = 85.68% - 100% = (14.42%)

Therefore, "cost of living" index decrease by 14.42% between 2018 and 2019.

(b) by how much does a "cost of living" index increase between 2018 and 2020.

Cost of living index in 2018 = 100%

Cost of living index in 2020 = 130.73%

Increase (decrease) in cost of living index = Cost of living index in 2020 - Cost of living index in 2018 = 130.73% - 100% = 30.73%

Therefore, "cost of living" index increase by 30.73% between 2018 and 2020.

(c) by how much does a "cost of living" index increase between 2019 and 2020

Cost of living index in 2019 = 85.68%

Cost of living index in 2020 = 130.73%

Increase (decrease) in cost of living index = Cost of living index in 2020 - Cost of living index in 2018 = 130.73% - 85.68% = 45.05%

Therefore, "cost of living" index increase by 45.05% between 2018 and 2020.

Download xlsx
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